suppose you wanted to place 1,000,000 pennies in large coin banks. If you put 50,000 pennies in each bank, in which bank would you find the 678,230th penny when using the number line.

1000000 = 50000*20

678230 = 50000*13 + 28230

So, the 14th bank would get that penny

suppose a bead maker wants to separate 10000000 beads into boxes.she will put 100000 beads into each box. into which box would she put the 4358216th bead.

60,000

To find which bank the 678,230th penny is in, we can use simple division and a number line representation.

First, let's divide the total number of pennies (1,000,000) by the number of pennies in each bank (50,000):

1,000,000 / 50,000 = 20

This gives us the total number of banks required to hold all the pennies, which is 20 banks.

Now, let's represent these 20 banks on a number line. We can assign sequential numbers to each bank starting from 1.

The 678,230th penny corresponds to the 678,230th position on the number line.

Next, we need to determine which bank this position falls in. To do this, we need to find the remainder obtained by dividing 678,230 by 50,000:

678,230 % 50,000 = 28,230

The remainder tells us there are 28,230 pennies after placing those in whole banks (20 banks x 50,000 pennies). This means that the 678,230th penny is located in the bank after the 20th bank, or bank number 21.

Therefore, if you put 50,000 pennies in each bank, the 678,230th penny would be found in the 21st bank.